Scanning tunneling potentio-spectroscopic microscope and a data detecting method

ABSTRACT

A bias voltage U B  including a sine-wave voltage U T  sinω  o  t and an off-set voltage U REG  is applied to an electrode on a sample. A potential U 1  of the electrode is represented by: U 1  =U REG  +U T  sinω  o  t. A voltage including the bias voltage U B  and a voltage ΔU is applied to an electrode on the sample. A probe is approached to the sample by several nm, and a tunnel current I T  flows therebetween. And the probe scans the surface of the sample. During the scan, the position of the probe is servo-controlled in the z-direction, to make constant the average absolute value of the tunnel current. The servo voltage is recorded thereby obtaining an STM image. Given that the potential difference between the electrode and a surface portion facing the probe is U S  (x), the average of U 1  +U S  (x) becomes zero when the average of the tunnel current I T  is zero. Accordingly, &lt;U S  (x)+U REG  +U T  sinω  o  t&gt;=0, that is, U S  (x)=-U REG . Thus, by recording-U REG  the potential distribution U S  (x) on the sample surface is determined. Spectroscopic data is obtained by an analog operation unit, on the basis of a differential conductance ∂I T  /∂U T  calculated from the tunnel current signal I T  and the bias voltage U T .

BACKGROUND OF THE INVENTION 1. Field of the Invention

The present invention relates generally to a scanning tunneling microscope (STM) and more particularly to an apparatus having a basic function of an STM for determining a surface shape of an electrically conductive sample and also a function of determining the local potential distribution and the state of electrons on the surface of the sample.

2. Description of the Related Art

A scanning tunneling microscope (STM) is known as an apparatus capable of determining the surface shape of an electrically conductive sample with an atomic level resolution.

A pointed tip of an electrically conductive probe is positioned close to the surface of an electrically conductive sample at a distance of about 10 Å. When a bias voltage U_(B) is applied between the probe and the sample, a tunnel current flows between the probe and the sample. As is represented by the following equation, a tunnel current I_(T) depends on a distance S between the probe and the sample exponentially: ##EQU1## where B=a numerical coefficient of about 1.025/Å√eV, R_(T) =a a tunnel resistance, and φ=a tunneling barrier height (φ=(φ1+φ2)/2; φ1: a work function of the probe, φ2=a work function of the sample). The tunneling barrier height φ of a clean metal surface is about 1 to 5 eV. Thus, from equation (1), it is understood that when S varies by 1 Å, the tunnel current I_(T) varies by about one order. In the STM, the probe is moved over the surface of the sample or an xy plane by means of a fine-motion element such as an piezoelectric element. For example, the probe raster-scans the surface of the sample. During the scan, the distance S between the probe and the sample is controlled with precision of less than 1 Å, so as to keep a constant tunnel current. Specifically, the probe or the sample is moved perpendicularly to the surface of the sample (i.e. in a z-direction) by means of the fine-motion element such as a piezoelectric element. As a result, the tip of the probe is kept away from the surface of the sample by a predetermined distance, and it traces a curved surface parallel to the surface of the sample. The curved surface reflects the surface shape of the sample. The positions of the tip of the probe on the xy-plane and in the z-axis, which are found from the voltage applied to the piezoelectric element, are recorded, thereby obtaining an atomic-order three-dimensional microscopic image or an STM image showing the surface shape of the sample.

When a sample having constant values of the tunneling barrier height φ, tunnel resistance R_(T) and bias voltage U_(B) (shown in equation (1)), irrespective of locations on the sample, is measured, an obtained STM image reflects the configuration of the sample surface with fidelity. However, when most samples are measured, the surface potential distribution for determining the tuneling barrier height φ, tunnel resistance R_(T) and bias voltage U_(B) varies locally. The tunnel current varies in accordance with the distance between a sample and a probe, microscopic electronic properties of the sample, and local potentials of the sample. Thus, a normal STM image contains data relating to microscopic roughness of the sample surface, variations in microscopic electronic properties, and a potential distribution.

Recently, there have been proposed scanning tunneling spectroscopy (STS) for obtaining an image representing a variation in electronic properties on the surface of a sample, on the basis of a tunnel current, and scanning tunneling potentiometry (STP) for finding a potential distribution on the surface of a sample on the basis of a tunnel current.

An example of STP is disclosed in "Scanning tunneling potentiometry", Appl. Phys. Lett. 48(8), Feb. 24 1986, pp. 514-516. An example of STP using a time sharing method is disclosed in "Direct Measurement of Potential Steps at Grain Boundaries in the Presence of Current Low", Phys. Rev. Lett. Vol. 60, No. 15, Apr. 11, 1988, pp. 1546-1549.

STP is employed to determine a potential distribution on the surface (xy-plane) of a sample. On the basis of the determined potential distribution, a potential gradient on the xy-plane is calculated. The potential gradient reflects local resistance of the sample or the mobility of charge, but does not reflect the motion of charge in the z-direction. Since no data is obtained with respect to the local electronic state representing the properties of the sample, the properties of the sample cannot be identified locally. In addition, no data is obtained with respect to the charge energy state which contributes to the transmission of electric current.

On the other hand, an example of STS is disclosed in "Surface Electronic Structure of Si (111)-(7×7) Resolved in Real Space", Phys. Rev. Lett. Vol. 56, No. 18, May 5, 1986, pp. 1972-1975. This document teaches current-imaging tunneling spectroscopy (CITS) wherein an electronic density distribution is found from the dependency of tunnel current I_(T) upon bias current U_(B).

According to CITS, if a potential gradient is given to a sample, the dependency of tunnel current upon bias current is adversely affected locally by potential, and the original point for bias voltage scanning is displaced. As a result, absolute evaluation of the electronic state of the sample, using a zero level of bias voltage as a reference point, cannot be achieved. In addition, local potential of the sample cannot be identified.

SUMMARY OF THE INVENTION

Regarding STS, the inventors filed U.S. patent application No. 549,469 (title: "SCANNING TUNNELING SPECTROSCOPE AND A SPECTROSCOPIC INFORMATION DETECTION METHOD). This application relates to spectroscopy capable of detecting a spectroscopic signal by use of a tunnel current which varies with the passage of time depending on a bias voltage or a distance between a probe and a sample which also varies with the passage of time.

The present invention relates to an improvement of the above-described technique. The object of this invention is to provide a scanning tunneling potentio-spectroscopic microscope capable of acquiring surface configuration data, local electronic state data and local potential distribution data of a sample by a single probe scan, with an atomic-level resolution ultimately.

The scanning tunneling potentio-spectroscopic microscope according to the invention comprises means for applying to the sample a bias voltage including a modulated voltage having a predetermined waveform varying with passage of time at a predetermined cycle, means for detecting a tunnel current flowing between a probe and the sample, means for detecting an absolute value of the tunnel current, means for servo-controlling a distance between the sample and the probe on the basis of the absolute value of the tunnel current, with use of a time constant five times or more greater than the cycle of the modulated voltage, means for obtaining the configuration data of the sample on the basis of an output servo signal, means for controlling an off-set voltage for the bias voltage, thereby feedback-controlling the tunnel current so that the tunnel current may have an average value of zero in every cycle of the bias voltage, means for detecting local potential data of the sample on the basis of the off-set voltage, and means for obtaining differential conductance data by carrying out a real-time analog operation of differential conductance on the basis of the tunnel current and the modulated voltage.

Additional objects and advantages of the invention will be set forth in the description which follows, and in part will be obvious from the description, or may be learned by practice of the invention. The objects and advantages of the invention may be realized and obtained by means of the instrumentalities and combinations particularly pointed out in the appended claims.

BRIEF DESCRIPTION OF THE DRAWINGS

The accompanying drawings, which are incorporated in and constitute a part of the specification, illustrate presently preferred embodiments of the invention, and together with the general description given above and the detailed description of the preferred embodiments given below, serve to explain the principles of the invention.

FIG. 1 shows a basic structure of a scanning tunneling potentio-spectroscopic microscope according to a first embodiment of the present invention;

FIG. 2 shows a structure of an analog operation unit shown in FIG. 1;

FIGS. 3A to 3G illustrate signals produced in the parts of the first embodiment;

FIG. 4 is a block diagram of a sampling circuit used in the first embodiment;

FIG. 5 illustrates the flow of signals, when an image is produced by matching scan signals and measured data and is displayed on a storage oscilloscope;

FIG. 6 illustrates signals produced in the related parts when data is displayed on the oscilloscope;

FIGS. 7A to 7C show the surfaces of carbon resistors;

FIG. 8 shows a structure of a scanning tunneling potentio-spectroscopic microscope according to a second embodiment of the invention;

FIGS. 9A to 9F illustrate material properties, for describing the second embodiment;

FIGS. 10A to 10D are timing charts for sampling in a third embodiment of this invention;

FIG. 11 shows a sampling circuit used in the third embodiment;

FIG. 12 is a block diagram showing a scanning tunneling potentio-spectroscopic microscope according to a fourth embodiment of the invention;

FIGS. 13A to 13C schematically show data memory areas in a memory;

FIG. 14 shows an example of the structure of a bias voltage synthesizer;

FIGS. 15A to 15I are timing charts for describing the operation of the invention;

FIGS. 16A to 16F illustrate the operation of the invention when a sample of P-type semiconductor is employed;

FIGS. 17A to 17C illustrate the operation of the invention when a sample of metal is employed; and

FIG. 18 is a block diagram showing a scanning tunneling potentio-spectroscopic microscope having analog operation means.

DETAILED DESCRIPTION OF THE PREFERRED EMBODIMENTS

A first embodiment of the present invention will now be described with reference to the accompanying drawings. In this embodiment, a sample having a surface, in which high-conductivity carbon portions and insulative binder portions are present mixedly, is determined.

As is shown in FIG. 1, electrodes 14 and 16 for applying a potential gradient ΔU and a bias voltage U_(B) are provided on a sample 10. The electrode 14 is supplied with the bias voltage U_(B) which is obtained by summing a sine-wave voltage U_(T) sinω_(o) t and an off-set voltage U_(REG) output from a potential servo circuit 22. The electrode 16 is supplied with the sum of voltages ΔU and U_(B) generated from a potential difference generator 18. Thus, the sample 10 is provided with a potential gradient in the x-direction. Specifically, the potential U₁ of the electrode 14 and the potential U₂ of the electrode 16 are given by the following equations:

    U.sub.1 =U.sub.REG +U.sub.T sinω.sub.o t

    U.sub.2 =U.sub.REG +U.sub.T sinω.sub.o t+ΔU

The potential servo circuit 22 is of the integration type, and the response frequency of the potential servo circuit 22 is set to 1/5 or less of a bias modulation frequency, so that the off-set voltage may not coincide with the bias voltage modulation.

A probe 12 for scanning the sample 10, e.g. an electropolished probe made of PtIr, is supported above the surface of the sample 10 by means of a z-directional fine movement mechanism 24. In addition, the probe 12 can be moved by an xy-scan mechanism (not shown) in the x-direction (the horizontal direction in FIG. 1 and the y-direction the direction of depth in FIG. 1).

The probe 12 having a zero potential approached to the surface of the sample 10 at a distance of several nm. A tunnel current corresponding to the potential difference between the probe 12 and the sample 10 is generated. The tunnel current is converted to a voltage by a current/voltage converter 26. The voltage is detected as a signal (hereinafter, called "tunnel current signal I_(T) "). Given that the potential difference between the electrode 14 and a surface portion of the sample 10, above which the probe 12 is situated, is U_(S) (x), the average of U₁ +U_(S) (x) becomes zero when the average of the tunnel current signal is zero. Accordingly, <U_(S) (x)+U_(REG) +U_(T) sinω_(o) t>=0, that is, U_(S) (x)=-U_(REG). Using the average value of the tunnel current signal I_(T), feedback is performed for the off-set voltage U_(REG). The off-set voltage U_(REG) is controlled so that the average value of the tunnel current becomes zero. Thus, -U_(REG) is recorded, and the potential distribution U_(S) (x) on the sample surface is determined.

While the probe 12 raster-scans the surface of the sample 10, the position of the probe 12 is servo-controlled in the z-direction by the z-directional fine movement mechanism 24, so as to keep the distance between the sample 10 and the probe 12 constant, that is, so as to make constant the average absolute value of the tunnel current oscillating with a basic frequency of ω_(o). As set forth below in connection with FIG. 5, the servo output signal on line 27 is synchronized with the xy-scan signal, and is displayed on an image display means such as an oscilloscope as surface configuration data, thereby obtaining a normal STM image representing the configuration of the sample surface. In order to prevent the distance between the sample 10 and the probe 12 from being influenced by oscillation of the tunnel current, the time constant of a feedback system comprising an absolute value detector (or an amplitude detector) 30 and a servo circuit 28 is set to a high value, i.e. five times or more the basic period the bias voltage.

Spectroscopic data is obtained by an analog operation unit 32, on the basis of a differential conductance ∂I_(T) /∂U_(T) calculated from the tunnel current signal I_(T) and the bias voltage U_(T). The analog operation unit 32 has a circuit structure shown in FIG. 2. The principle of the operation of the analog operation unit 32 is illustrated in FIGS. 3A to 3G. The local characteristic of current/voltage (I-U characteristic) across the sample and the probe has a peculiar waveform, as shown in FIG. 3A, depending on the location of atoms. When the sine-wave bias voltage U_(T), as shown in FIG. 3B, is applied, the tunnel current signal reflects the I-U characteristic shown in FIG. 3A, as is shown in FIG. 3C. The tunnel current signal shown in FIG. 3C and the bias voltage shown in FIG. 3B are time-differentiated by differential circuits 34 and 36 shown in FIG. 2. Thus, a signal ∂U_(T) /∂t shown in FIG. 3D and a signal ∂I_(T) /∂t shown in FIG. 3E are obtained. These two signals are input to a division circuit 38, and a differential conductance ∂I_(T) /∂U_(T) shown in FIG. 3F is obtained.

STM data and STP data has single values at respective scan points; however, STS data has a value variable depending on the bias voltage. Under the situation, it is necessary to constantly output a differential conductance value corresponding to a specific voltage, by using a sampling circuit shown in FIG. 4. A sample/hold amplifier 40 receives the differential conductance value (∂I_(T) /∂U_(T)) from the differential conductance operation circuit shown in FIG. 2. A bias voltage U_(T) and a reference voltage V_(O) are input to a comparator 42 and are converted to a binary signal. A shot pulse generator 44 generates a shot pulse having a pulse width τ_(P), thereby enabling the sample/hold amplifier 40 to sampling at a timing of U_(T) =V_(O). Thus, the differential conductance value (∂I_(T) /∂U_(T) |U_(T) =V_(O)) is always output at the time of U_(T) =V_(O).

The scan speed of the probe is set so that the configuration servo system can respond to the variation in configuration of the sample surface, and the potential servo system can respond to the variation in local bias potential. Three display methods shown in FIG. 5 are employed to keep the distance between the sample and the probe constant, to set the potential of the sample in the vicinity of the tip of the probe to nearly zero, and to make the surface configuration data, the local potential value on the surface, and the differential conductance value at the bias voltage V_(O) to correspond to the xy-scan signals. Thus, the spatial correspondency between the configuration image, local potential image and differential conductance image can be displayed and compared in real time.

According to the method of displaying the two-dimensional distribution of the configuration image, local potential image and spectroscopic image, a data signal is added to a y-scan signal, as shown in FIG. 5, and the resultant signal is input to a storage oscilloscope 46 as y-axis data in a xy-display mode. An x-scan signal is input to the storage oscilloscope 46 as x-axis data. Luminance points are made to remain in the storage mode. A x-trigger and a y-trigger are subjected to arithmetic operation in an AND gate 47, as shown in FIG. 6, and the output for the AND gate 47 is supplied to the storage oscilloscope 46 as a luminance signal. This realizes effective display in one scan direction.

FIGS. 7A to 7C show a configuration image, a local potential image and a spectroscopic image of a region of 100 nm×70 nm on a carbon resistor surface. These images were simultaneously obtained by the above display methods in the atmosphere of air.

When determination is carried out, the modulated voltage U_(T) is a sine-wave voltage having a frequency of 4.1 kHz and an intensity of 0.6 Vp-p. The average tunnel current is set to 5 nA. The potential gradient in the x-direction of the sample is 9 mV/100 nm. FIG. 7A shows a configuration of the sample surface, FIG. 7B shows the degree of differential conductance sampled at a modulated voltage of -50 mV, and FIG. 7C shows a potential distribution on the sample surface. When FIGS. 7A to 7C are compared, it is understood that in the left part of each image having a flat configuration the conductivity is high, the differential conductance is stable, and the variation in potential is small. On the other hand, in the right part of each image having a terrace-like configuration, the differential conductance is unstable, and the potential distribution varies sharply.

From the above, it is seen that the left part of each image corresponds to a carbon portion and the right part thereof corresponds to a binder portion to which carbon particles are adhered. By connecting analog operation data sampling circuits in parallel, the differential conductance can be sampled at a number of reference voltages independently. Thus, local values of differential conductance at a plurality of bias voltage levels can be simultaneously held. In other words, a number of spectroscopic images can be displayed simultaneously.

A second embodiment of the invention will now be described, wherein a sample, which is not provided with an artificial potential gradient, is determined.

As is shown in FIG. 8, a metal film 48 made of a high-conductivity material such as gold is formed on the bottom surface of the sample 10. The metal film 48 serves to make the potential of the bottom surface of the sample 10 uniform. Regarding this feature, the second embodiment differs from the first embodiment (FIG. 1) wherein the electrode for providing a voltage gradient is provided. In FIG. 8, the structural elements already shown in FIG. 1 are denoted by the same reference numerals. A configuration image, a potential image and a tunnel spectroscopic image obtained with the structure shown in FIG. 8 represent differences in material properties of the sample itself or of the surface of the sample.

FIGS. 9A to 9F are views for schematically explaining how images are seen on the basis of a conductance mechanism of the sample 10. As is shown in FIG. 9A, the sample comprises a region A of n-type semiconductor, a region B of p-type semiconductor, and a region C of metal. Referring to FIG. 9B, the I_(T) -U_(T) characteristics of the region A and region B are asymmetrical. Thus, when potential feedback is carried so as to set the average tunnel current to zero, the off-set voltage U_(REG) departs from zero potential. When the probe is scanned from the region A toward the region C, the potential data as shown in FIG. 9C is obtained. In the region A of n-type semiconductor and the region B of p-type semiconductor, the potentials are Ua and Ub respectively. In the region C of metal, the potential is zero, reflecting the asymmetrical current/voltage characteristics.

FIG. 9D illustrates the dependency of the differential conductance upon the bias voltage. For the purpose of simplicity, suppose that when the modulated voltage reaches a specific voltage V_(O), the differential conductance is sampled. In the respective regions, data is obtained when the actually applied bias voltage is V_(O) +Ua, V_(O) +Ub, and V_(O). For example, referring to FIG. 9D, suppose that data is obtained when the bias voltage is V₁ and V₂. In this case, the sampling operation is carried out when the actually applied bias voltage is V_(1') and V_(2'). When the modulated voltage U_(T) applied to the comparator 42 shown in FIG. 4 is the bias voltage U_(B), sampling is carried out at the timing of V₁ and V₂. Feedback control is performed for the bias voltage U_(B), and when circuit noise is considerably great, a low-pass filter needs to be provided in the front stage of the comparator in order to prevent malfunction during the sampling operation.

FIGS. 9E and 9F show differential conductance data along the scanned cross sections of samples when sampling was conducted with the bias voltage U_(V1) =V1 and U_(V2). As has been described above, even when the bias voltage is applied uniformly to the sample, the distribution of material properties of the sample can be determined from a number of obtained images.

A third embodiment of the invention will now be described. When material adhered or developed on the surface of a sample has a resonance point or a relaxation point at a specific frequency, STM measurement can be carried out, based on the difference in electrical frequency response of the material. When the bias voltage includes a plurality of frequency components, for example, when the bias voltage has a waveform of U(sinω_(o) t+0.5 sin 3ω_(o) t) as shown in FIG. 10A, the tunnel differential conductance is detected thereby to discriminate the region with frequency dependency and the region without frequency dependency. In the case where the response of the tunnel current depends on the frequency, even if the probe is not moved, the signal value varies owing to the hysteresis of the bias voltage. Referring to FIG. 10A, suppose that there are two points, points A and B, at which the bias voltage values and the directions of voltage variation are equal. In this case, sampling pulses are generated at both points A and B, if the method employed in the first embodiment, in which sampling timing is determined on the basis of the bias voltage value, is carried out. As a result, it cannot be determined whether the final output signal is generated at point A or at point B. Under the situation, the measured values at points A an B are discriminated by use of a circuit shown in FIG. 11. In FIG. 11, a shot pulse generator 50 generates a pulse upon receiving a U_(T) trigger. The width τ_(D) of the generated pulse is determined to a desired value. For example, when point A in FIG. 10A is determined, the width τ_(D) of the pulse from the pulse generator 50 is set such that a delay pulse (FIG. 10C) is output when a U_(T) trigger (FIG. 10B) is input to the shot pulse generator 50. Thus, a sampling pulse τ_(P) (FIG. 10D) is output from the shot pulse generator 44. Since the measurement point can be selected by adjusting the pulse width τ, the signal sampled in one period has a single value. By performing the sampling for STS with this method, STP can simultaneously be performed.

A fourth embodiment of the present invention will now be described with reference to FIG. 12. Electrodes 112 and 113 provided on a sample 111 are supplied with a synthesized voltage produced by synthesizing a tunnel bias voltage U_(B) and a sample bias voltage U_(D). The tunnel bias voltage U_(B) is generated by a DA converter (DAC 1) 114 and is applied to the entire body of the sample 111. The sample bias voltage U_(D) is generated by a DA converter (DAC 2) 115 and is applied across the electrodes 112 and 113. The sample bias voltage U_(D) is divided by a bias voltage synthesizer 116 into voltages U_(D1) and U_(D2) at a suitable ratio. The tunnel bias voltage U_(B) is added to the voltages U_(D1) and U_(D2), and the resultant voltages are applied to the electrodes 112 and 113.

A probe 117 is situated above the sample 111. The probe 117 is supported by a z-directional fine movement mechanism 118 so as to be movable in the z-direction (the vertical direction in FIG. 12). The probe 117 can be moved by an xy-scan mechanism (not shown) in the x-direction (the horizontal direction in FIG. 12) and in the y-direction (the direction of depth in FIG. 12).

The probe 117 is connected to an IV (current/voltage) converter 119. When the probe 117 is approached to the surface of the sample 111 at a distance of several nm and a tunnel current is generated between the sample 111 and the probe 117, the tunnel current is converted to a voltage signal (tunnel current signal) I_(T). The voltage signal is applied to a servo circuit 120.

In response to a hold-on signal or a hold-off signal from a hold signal generator (Hold) 121, the servo circuit 120 turns on/off the servo operation. Specifically, the servo circuit 120 turns on the servo operation in response to the hold-off signal from the hold signal generator 121. The servo circuit 120 generates a servo voltage Vz to keep constant the tunnel current signal I_(T) from the IV converter 119. The servo voltage Vz is applied to the z-directional fine movement mechanism 118. Thus, the distance between the probe 117 and the sample 111 is kept constant.

In synchronism with a Z sample signal, an AD converter (ADC 1) 122 receives the servo voltage Vz, which is generated from the servo circuit 120 when the tunnel bias voltage U_(B) is applied from the DA converter 114 to the sample 111. The AD converter 122 digitizes the servo voltage Vz and supplies a digitized voltage to a numerical operation unit 123.

As has been stated above, while the distance between the probe 117 and the sample 111 is kept constant, the digital servo signal is stored in a memory in the numerical operation unit 123. This means that configuration data relating to the configuration of the surface of the sample 111 has been detected.

Once the configuration data at the position (measurement point) of the probe 117 has been detected, the hold-on signal is generated from the hold signal generator 121 and the servo operation in the servo circuit 120 is stopped. Consequently, the relative position between the probe 117 and the sample 111 is fixed. The tunnel current signal I_(T), which is output from the IV converter 119 when the tunnel bias voltage U_(B) applied to the entire body of sample 111 is varied, is received by an AD converter (ADC 2) 124 in synchronism with an I_(T) sample signal. The AD converter 124 digitizes the tunnel current signal I_(T) from the IV converter 119 and outputs the digitized signal to the numerical operation unit 123.

As stated above, in the state wherein the relative position between the probe 117 and the sample 111 is fixed, the digitized tunnel current data obtained when the tunnel bias voltage U_(B) is varied is stored in the memory in the numerical operation unit 123. This means that the tunnel current/voltage characteristic has been detected in the case where no potential gradient is given to the sample 111.

Subsequently, the sample bias voltage U_(D) having a predetermined value ΔU is applied from the DA converter 115 to the electrodes 112 and 113 on the sample 111, and the obtained tunnel current signal I_(T) is applied to the AD converter 124. The AD converter 124 digitizes the tunnel current signal I_(T) and outputs the digitized signal to the numerical operation unit 123.

In this way, the tunnel current data obtained when the sample bias voltage U_(D) is applied to the sample 111 is stored in the memory. This means that the tunnel current/voltage characteristic has been detected in the case where a potential gradient is given to the sample 111.

When configuration data at a given measurement point and two tunnel current/voltage characteristics have been obtained, the probe 117 is moved and the above operation is repeated. Thus, data at each measurement point on the sample 111 is sequentially stored in predetermined areas in the memory.

In the numerical operation unit 123, the configuration data stored in the memory is plotted in relation to the coordinates of the measurement points, thereby obtaining an STM image of the sample 111, i.e. configuration data relating to microscopic roughness of the surface of the sample 111.

Immediately after the two kinds of tunnel current/ voltage characteristics at each measurement point or all measurement points, the numerical operation unit 123 compares the tunnel current/voltage characteristics to find a voltage shift amount due to the provision of potential gradient. Thus, data relating to local potential distribution is obtained.

The numerical operation unit 123 also obtains conventional tunnel spectroscopic data, by using the tunnel current/voltage characteristic obtained when no potential gradient is provided. In addition, the numerical operation unit 123 corrects the tunnel current/voltage characteristic obtained when the potential gradient is provided, on the basis of the data relating to the local potential distribution, thereby obtaining data relating to the electronic state of the surface of the sample 111, which has been changed by the provision of the potential gradient.

Referring to FIG. 12, a sequence controller 125 controls the DA converters 114 and 115, AD converters 122 and 124, and hold signal generator 121.

FIGS. 13A to 13C schematically show the storage states of data units in the memory in the numerical operation unit 123.

The memory includes a configuration data storage area 123a, an F(U_(B)) data storage area 123b, and a G(U_(B)) data storage area 123c. The configuration data storage area 123a stores configuration data relating to the surface of the sample 111. The F(U_(B)) data storage area 123b stores the tunnel current/voltage characteristic obtained when no potential gradient is given to the sample 111, in the form of the I-V characteristic function F(U_(B)) of the sample 111 based on the tunnel current and bias current. The G(U_(B)) data storage area 123c stores the tunnel current/voltage characteristic obtained when a potential gradient is given to the sample 111, in the form of the I-V characteristic function G(U_(B)) of the sample 111 based on the tunnel current and bias current.

FIG. 14 shows the structure of the bias voltage synthesizer 116.

The bias voltage synthesizer 116 comprises a pair of interlocked variable resistors 116a and 116b for dividing the sample bias voltage U_(D) generated from the DA converter 115 into signals of the same code; a buffer 116c and an inverter 116d for producing two signals U_(D1) and U_(D2) so that the sum of the absolute values of the signals from the resistors 116a and 116b becomes equal to the sample bias voltage U_(D) ; and adders 116e and 116f for adding the tunnel bias voltage U_(B) from the DA converter 114 tot he two signals U_(D1) and U_(D2) and supplying the added signals U₁ and U₂ to the electrodes 112 and 113.

Referring to FIGS. 15A to 15I, the operation of the invention, in the case where the sample 111 is made of p-type semiconductor, will now be described.

In a time period T0-T1 , for example, a tunnel bias voltage U_(B) having a value U_(BO) is generated from the DA converter 114. As is shown in FIG. 15B, a sample bias voltage U_(D) generated from the DA converter 115 is 0 V. Thus, voltages U_(D1) and U_(D2), as shown in FIGS. 15H and 15I are generated by the bias voltage synthesizer 116 and are applied to the entire body of the sample 111 through the electrodes 112 and 113.

In this state, the probe 117 having a zero potential is approached to the surface of the sample 111 at a distance of several nm, thereby causing a tunnel current corresponding to a potential difference Us to flow between the probe 117 and the sample 111. The tunnel current is converted to a voltage signal (tunnel current signal) I_(T) by the IV converter 119, and the voltage signal is applied to the servo circuit 120. In this case, a hold-off signal, as shown in FIG. 15C, is supplied from the hold signal generator 121 to the servo circuit 120. The servo circuit 120 performs the servo operation to control the distance between the probe 117 and the sample 111 so as to keep the tunnel current I_(T) constant. Specifically, the distance between the probe 117 and the sample 111 is servo-controlled in the following manner. The tunnel bias voltage U_(B) is set to U_(B) 0 which ensures stable supply of the tunnel current. The sample bias voltage U_(D) is set to zero. A servo voltage Vz for keeping the tunnel current signal I_(T) constant is applied to the z-directional fine movement mechanism 118.

While the distance between the sample 111 and the probe 117 is servo-controlled, the servo voltage Vz is received by the AD converter 122 in synchronism with the Z sample signal shown in FIG. 15D, for example, just before time T1. The servo voltage Vz is converted by the AD converter 122 to a digital signal. The digital signal is supplied to the numerical operation unit 123 and is stored in the configuration data storage area 123a in the memory provided within the numeral operation unit 123.

Once the configuration data relating to a given measurement point has been detected, a hold signal, as shown in FIG. 15C, is generated from the hold signal generator 121. Subsequently, the servo operation of the servo circuit 120 is turned off, and the relative position between the sample 111 and the probe 117 is fixed.

In this state, in a time period T1-T2, the tunnel bias voltage U_(B) is changed, as shown in FIG. 15A, with the sample bias voltage U_(D) set to 0 V. The tunnel currents I_(T) corresponding to the tunnel bias voltage U_(B), which is varied, for example, with respect to 32 points U_(BSO) -U_(BS) 31, are received by the AD converter 124 in synchronism with the I_(T) sample signal shown in FIG. 15E. The tunnel current signals I_(T) are converted by the AD converter 124 to digital signals. The digital signals are sent to the numerical operation unit 123 and are stored sequentially in the F(U_(B)) data storage area 123b in the memory provided within the numerical operation unit 123. In other words, 32 tunnel currents I_(T) obtained when the tunnel bias voltage U_(B) is varied at points U_(BSO) -U_(BS31) are detected as a function F of the tunnel current signal I_(T) with respect to the tunnel bias voltage U_(B) when the sample bias voltage U.sub. D is set to zero.

In this manner, 32 data sampling operations for F(U_(BSO)) to F(U_(BS31)) are carried out with respect to a given measurement point. After time T2, the sampling bias voltage U_(D) is set to a specific value ΔU, as is shown in FIG. 15B. As is shown in FIGS. 15F and 15G, the sample bias voltage U_(D) is divided by the bias voltage synthesizer 116 into voltages U_(D1) and U_(D2) so that the potential difference of the sample 111 just below the probe 117 becomes zero or thereabouts. In addition, the sample bias voltage U_(D) is added to the tunnel bias voltage U_(B), thereby generating voltages U1 and U2 as shown in FIGS. 15H and 15I. The voltages U1 and U2 are applied to the electrodes 112 and 113.

In this state, in a time period T3-T4, the tunnel bias voltage U_(B) is changed, as shown in FIG. 15A, with a potential gradient provided when the sample bias voltage U_(D) set to ΔU. The tunnel currents I_(T) corresponding to the tunnel bias voltage U_(B), which is varied, for example, with respect to 32 points U_(BPO) -U_(BP31), are received by the AD converter 124 in synchronism with the I_(T) sample signal shown in FIG. 15E. The tunnel current signals I_(T) are converted by the AD converter 124 to digital signals. The digital signals are sent to the numerical operation unit 123 and are stored sequentially in the G(U_(B)) data storage area 123c in the memory provided within the numerical operation unit 123. In other words, 32 tunnel currents I_(T) obtained when the tunnel bias voltage U_(B) is varied in a range of U_(BPO) -U_(BP31) are detected as a function G of the tunnel current signal I_(T) with respect to the tunnel bias voltage U_(B) when the sample bias voltage U_(D) is set to the specific voltage ΔU.

In this manner, 32 data sampling operations for G(U_(BPO)) to G(U_(BP31)) are carried out with respect to a given measurement point. After time T4, the tunnel bias voltage U_(B) is set to the initial value U_(BO), as shown in FIG. 15A, and the sample bias voltage U_(D) is reset to zero, as shown in FIG. 15B.

At time T5, the hold signal from the hold signal generator 121 is turned off once again, as shown in FIG. 15C. Then, the servo operation of the servo circuit 120 is restarted, and the probe 117 is moved in the x-y direction. Thus, the probe 117, while being servo-controlled, is moved to the next measurement point.

In the above manner, the sequential operation in the time T0-T5 is repeated at every measurement point. Thus, there are obtained the configuration data relating to the sample 111 at every measurement point and the local tunnel current/voltage characteristics at the time when the potential gradient is given to the sample 111 and when it is not given to the sample 111 (i.e. actually obtained F(U_(B)) data and G(U_(B)) data).

In FIG. 16A, a hatched part denotes the range of surface potential of the sample 111 in relation to the probe 117 of zero potential, when the tunnel bias voltage U_(B) is applied to the sample 111 and the sample bias voltage U_(D) is zero. On the other hand, in FIG. 16B, a hatched part denotes the range of surface potential when the sample bias voltage U_(D) is set to a specific value ΔU. Accordingly when the sample bias voltage U_(D) is zero, the measured F(U_(B)) data stored in the storage area 123b is identical to the tunnel current/voltage characteristic obtained by conventional CITS. In other words, when the potential of the probe 117 is zero, the bias voltage between the sample 111 and the probe 117 is equal to the local potential U_(S) of the sample 111 just below the probe 117.

The F(U_(B)) data obtained when the potential gradient is not given and the G(U_(B)) data obtained when the potential gradient is given have the relationship: F(U_(S) +U_(B))=G (U_(B)). When the local potential U_(S) is greater than zero (U_(S) >0), the tunnel current/voltage characteristic at point x1 in FIG. 16C is as shown in FIG. 16E. That is, the F(U_(B)) shown in FIG. 16D is shifted to the negative side by a degree corresponding to the local potential U_(S).

On the contrary, when the local potential U_(S) is lower than zero (U_(S) <0), the tunnel current/voltage characteristic at point x2 in FIG. 16C is as shown in FIG. 16F. That is, the F(U_(B)) shown in FIG. 16D is shifted to the positive side by a degree corresponding to the local potential U_(S).

The local potential distribution on the sample 111 can be obtained by finding the amount of shift of the functions G(U_(B)) and F(U_(B)) of the tunnel current/voltage characteristic, in the direction of the tunnel bias voltage U_(B) at each measurement point. Specifically, 32 F(U_(B)) data elements at each measurement point, obtained when the sample bias voltage U_(D) is zero, are read out from the F(U_(B)) data storage area 123b. Using the numerical operation unit 123, the read-out data elements are assigned to suitable functions, and then the functions are shifted in the direction of the tunnel bias voltage U_(B) and are assigned to 32 G(U_(B)) data elements at the present measurement point. The shift amount in the direction of the tunnel bias voltage U_(B) represents the local potential at the measurement point. The shift amount is displayed, using the coordinates of the measurement points. Thus, a potential distribution image, or an STP image, is obtained.

The numerical operation unit 123 may find the local potential on the basis of the actual F(U_(B)) and G(U_(S)), in parallel with the sequential operation for data detection. In this case, during the data detection operation at each measurement point, the local potential is calculated by use of the data at the previous measurement point. Thus, the local potential distribution data can be obtained simultaneously with the data detection.

If the F(U_(B)) data at the time when the sample bias voltage U_(D) is zero is subjected to numerical differential, tunnel spectroscopic data (STS image) such as differential conductance at each measurement point can be obtained.

If the G(U_(B)) data at the time when the potential gradient is constituted by the data relating to local potential and a fine difference between the G(U_(B)) data and the F(U_(B)) data is detected, there can be obtained data relating to the electronic state on the surface of sample 111 which varies by the provision of the potential gradient.

FIGS. 17A to 17C show examples in the case where the sample 111 is made of metal.

When the sample 111 is made of metal, the dependency of the tunnel current signal I_(T) upon the tunnel voltage U_(B) , i.e. F(U_(B)) data at the time when the sample bias voltage U_(D) is zero, differs from that obtained when the sample 111 is made of semiconductor, as is shown in FIG. 17A. In this case, it is easier to determine the value of the tunnel bias voltage U_(B) which sets the tunnel current signal I_(T) to 0 [A].

FIG. 17B shows G(U_(B)) when the sample bias voltage U_(D) is set to a specific value ΔU and the local potential U_(S) is positive (U_(S) >0). On the other hand, FIG. 17C shows G(U_(B)) when the sample bias voltage U_(D) is set to a specific value ΔU and the local potential U_(S) is negative (U_(S) <0).

In the case of the sample 111 having a relatively simple tunnel current/voltage characteristic, the state in which no potential gradient is provided (i.e. tunnel bias voltage U_(B) which sets the tunnel current signal I_(T) to zero when the sample bias voltage U_(D) is zero) is compared with the state in which the potential gradient is provided (i.e. tunnel bias voltage U_(B) which sets the tunnel current signal I_(T) to zero when the sample bias voltage U_(D) has the specific value ΔU). Thus, the data (STP image) relating to the local potential distribution on the sample 111 can be obtained.

From the tunnel current/voltage characteristic, the change in electronic state of the surface of the sample due to the presence/absence of a surface oxide film and/or an adhered substance can be detected.

FIG. 18 is a block diagram showing a scanning tunneling potentio-spectroscopic microscope having an analog operation circuit 126. The analog operation circuit 126 performs an analog operation to find a differential conductance on the basis of a tunnel bias voltage and a tunnel current. Thus, tunnel spectroscopic data can be output directly.

As has been described above, in the state wherein the relative position between the probe of the STM and the sample is fixed, the dependency of the tunnel current upon the tunnel bias voltage, in the case where the potential gradient is provided on the sample and it is not provided on the sample, can be detected in a wide range of voltage. As a result, there can be obtained configuration data relating to the microscopic roughness on the surface of the sample, as well as data relating to the tunnel current/voltage characteristic in the above-mentioned two states. The configuration data of the sample surface and the two kinds of tunnel current/ voltage characteristics are analyzed, thereby obtaining the data relating to the local potential distribution on the sample, and the data relating to the dependency of the electronic property upon the bias voltage in the z-direction, i.e. the data relating to the local electronic state of the sample surface which varies owing to the potential gradient.

Additional advantages and modifications will readily occur to those skilled in the art. Therefore, the invention in its broader aspects is not limited to the specific details, representative devices, and illustrated examples shown and described herein. Accordingly, various modifications may be made without departing from the spirit or scope of the general inventive concept as defined by the appended claims and their equivalents. 

What is claimed is:
 1. A scanning tunneling potentio-spectroscopic microscope for obtaining surface configuration data, differential conductance data and local potential data of a conductive sample simultaneously, said microscope comprising:a conductive probe; means for applying to the sample a bias voltage including a modulated voltage having (a) a predetermined waveform varying with a constant period and (b) an off-set voltage; means for detecting a tunnel current flowing between the probe and the sample; means coupled to said detecting means for deriving therefrom an absolute value of the tunnel current; servo means coupled to said deriving means to generate a servo signal for servo-controlling a distance between the sample and the probe on the basis of the absolute value of the tunnel current outputted by said deriving means, with use of a time constant at least five times greater than the period of the modulated voltage outputted by said applying means; means for obtaining the surface configuration data of the sample on the basis of said servo signal outputted by said servo means; means coupled to said detecting means for providing said off-set voltage for the bias voltage so that the tunnel current is feedback-controlled to have an average value of zero in every period of the bias voltage and for providing local potential data of the sample on the basis of the off-set voltage; and means coupled to said applying means and said detecting means for obtaining differential conductance data by carrying out a real-time analog operation of differential conductance on the basis of the tunnel current and the modulated voltage.
 2. The microscope according to claim 1, wherein said means for applying the bias voltage to the sample includes a modulated voltage generator, and the modulated voltage generator is a sine-wave voltage generator.
 3. The microscope according to claim 1, wherein said means for applying the bias voltage to the sample includes a plurality of electrodes provided on the sample, and means for producing a potential gradient in the sample by applying different voltages to said electrodes.
 4. The microscope according to claim 1, further comprising:a sampling means for (a) holding only differential conductance data at a specific bias voltage, from local differential conductance data output in real time at a given voltage within a range of amplitudes of the modulated voltage, and (b) holding only a particular differential conductance data, obtained by a specific bias voltage data, of the local differential conductance data output obtained in real time by an arbitrary voltage in said range of amplitudes of the modulated voltage.
 5. The microscope according to claim 1, further comprising:a sample/hold amplifier means for holding only differential conductance data at a specific timing, from local differential conductance data output in real time at a given voltage within a range of amplitudes of the modulated voltage; and a sampling circuit means for holding only a particular differential conductance data, obtained at an arbitrary timing as a bias voltage generator means is triggered, of a local differential conductance data output obtained in real time for an arbitrary time in one period of the modulated voltage.
 6. A data detection method comprising the steps of:applying, as a potential to a sample, a bias voltage including (a) a modulated voltage having a predetermined waveform which varies with a constant period with respect to the potential of a probe and (b) an off-set voltage, detecting a tunnel current flowing between the sample and the probe, deriving an absolute value of the tunnel current from the detected tunnel current, servo-controlling a distance between the sample and the probe with a servo output produced by a servo circuit on the basis of the absolute value of the tunnel current, providing said servo circuit with a time constant determined so as to prevent influence thereon due to the bias voltage, and acquiring surface configuration data of the sample on the basis of the servo output; providing said off-set voltage for the bias voltage so that the tunnel current is controlled to have an average value of zero at every period of the modulated voltage, and detecting a local potential of the sample on the basis of the off-set voltage; and performing a real-time analog operation to obtain a differential conductance based on the tunnel current and the bias voltage.
 7. The method according to claim 6, wherein said modulated voltage is a sine-wave voltage.
 8. The method according to claim 6, wherein bias potentials are applied to different points on the sample, thereby artificially providing a potential gradient.
 9. The method according to claim 6, wherein a differential conductance at least at one specific bias voltage is obtained, from local differential conductance data at a given voltage within a range of amplitudes of the modulated voltage.
 10. The method according to claim 6, wherein a differential conductance at least at one specific timing is obtained, from local differential conductance data at a given voltage within a range of amplitudes of the modulated voltage.
 11. The method according to claim 6, wherein the step of obtaining the differential conductance including obtaining time derivatives of the tunnel current and of the bias voltage, and dividing one by the other. 